正则带类中自由积与张量积的关系

Relation Between Free Product and Tensor Product in Regular Tape

证明正则带类中自由积与张量积的存在性,并证明正则带的自由积的张量积可表为张量积的自由积,给出了半格交换自由积作为正则带的自由积之间的关系.

This paper proves the existence of free product and tensor product in regular tape. It also proves that the tensor product of free product in regular tape can he represented as the free product of tensor product. Then, it gives the relation of semi-lattice commute free product as the free product of regular tape.